Pages that link to "Item:Q887358"
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The following pages link to A convex and selective variational model for image segmentation (Q887358):
Displaying 18 items.
- A characterization of variational convergence for segmentation problems (Q1355009) (← links)
- A study of a convex variational diffusion approach for image segmentation and feature extraction (Q1384009) (← links)
- An optimization-based multilevel algorithm for variational image segmentation models (Q1744304) (← links)
- Reproducible kernel Hilbert space based global and local image segmentation (Q2028914) (← links)
- Multimodal object segmentation using geodesic distance and regional marker points in active contour approach (Q2114917) (← links)
- A variational model and its numerical solution for local, selective and automatic segmentation (Q2249836) (← links)
- Chan-Vese reformulation for selective image segmentation (Q2331092) (← links)
- Convex non-convex image segmentation (Q2413469) (← links)
- A convex geodesic selective model for image segmentation (Q2417937) (← links)
- A local information based variational model for selective image segmentation (Q2437936) (← links)
- A general framework of piecewise-polynomial Mumford–Shah model for image segmentation (Q3174877) (← links)
- (Q3436959) (← links)
- On an effective multigrid solver for solving a class of variational problems with application to image segmentation (Q5031155) (← links)
- Multigrid algorithm based on hybrid smoothers for variational and selective segmentation models (Q5031720) (← links)
- A Reformulated Convex and Selective Variational Image Segmentation Model and its Fast Multilevel Algorithm (Q5210317) (← links)
- A fractional-order image segmentation model with application to low-contrast and piecewise smooth images (Q6144186) (← links)
- A Retinex-based selective segmentation model for inhomogeneous images (Q6156386) (← links)
- A survey of topology and geometry-constrained segmentation methods in weakly supervised settings (Q6606486) (← links)